Solving the Problem: Calculating Force on a Rock

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To solve the problem of calculating the force on a 50kg rock pushed 10m with a coefficient of friction of 0.8, the applied force of 400 N must be adjusted for friction. The frictional force is calculated as 320 N by multiplying the coefficient of friction (0.8) by the normal force (400 N). The net force (Fnet) is then determined by subtracting the frictional force from the applied force, resulting in 80 N. Using the formula Fnet = ma, the acceleration is calculated as 1.6 m/s², which is later corrected to 0.16 m/s² after considering the correct normal force. The discussion emphasizes the importance of accurately calculating forces and friction in physics problems.
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I have this one problem solving question that confuses me. Someone pushes a 50kg rock a distance of 10m in a recent competition of strength. The coefficient of friction between the rock and the ground is 0.8 and the person exerts a force of 400 N. I've got my free body digram with my applied force as the force going foward. I know i have to use Fnet to find the amount of Newtons but what do i use to find fnet. 400N is suppose to minus with something. I'd appreciate it if someone can bring me a bit further into the question so i can get to the answer. I hope this is enough work, I'm trying to get some review before my exams.
 
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you'll need to subtract the force opposing the push, ie the friction.
 
so do i multiply 0.8 (coefficient of friction) by 400 N?
 
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ok i got 320N as my force of friction (from ff=uFn ff= 0.8x400N)
then i use fnet= fapplied-ffriction to get 400-320=80 N
use fnet in equation fnet=ma
switch it around a= fnet/m a= 80N/50kg which equals 1.6 m/s2
am i right? correct me if I'm wrong please, appreciate it.
 
i got the answer now. its 0.16 m/s2 after correcting it.
 
the Fnormal would be the force opposing the weight.
which, by the way is equal to mg
 
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